A significant number of undergraduate students have challenges when trying to understand the derivation and application limits of the thermal resistance concept, as well as recognizing the reasons why dimensionless parameters are used in many of formulas presented in the heat transfer textbooks. This paper provides an examination of the underlying causes of student misunderstandings and the instructional strategies used to improve student learning. The concept of thermal resistance is defined for flat walls, cylindrical shells, and spherical shells, under the assumption of one-dimensional, steady-state heat transmission in materials with uniform thermal conductivity and no heat generation. Therefore, the thermal resistance calculations have limitations, particularly in situations when there is heat generation. Dimensional analysis is frequently simplified, causing students to disregard the theoretical foundation for establishing dimensionless parameters. The paper summarizes the areas in which students encounter challenges and provides examples that can be employed to aid students in establishing a more comprehensive concept of the theoretical derivations and grasp of the limitations in solving heat transfer problems.
Are you a researcher? Would you like to cite this paper? Visit the ASEE document repository at peer.asee.org for more tools and easy citations.